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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 4 0, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 4 0, auto;}
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23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFmUlEQVRYhb2WW2xUVRSGv4ODVrRWU5xCyxSMOAyNVJrBoaQtMFBEsBASigREubTNcA2X0A7RVgLEhA4octFCuCkRASmhtHJHZxIownEK7Tw0UHiAVgkdOkBjxWKR7cNwduZGKTx0vex1/rXPv/6z1to7B0Is3ZIp0i2ZIhTvFEu3ZArxUIim277OF5FuyRQXqjxSwIUqT+eJCEye29ImclvaOk9EaPL4U7Ui/lRtp4nQAaSkDCDv3gPKnScZmjoGgHLnUbCOYvUb7RO47MkCYHixR3kWAV0A8u494MTED4ICQ1PHUO48ybLnX2k3+bD8VQzLXyWFPJMljn5P9Dx9TuS2tAl9xRGRfUuIG6JRZN8SQl9xJIxYS+ayJwvRdEiIpkPCZU8WgXhHc+sA6jMs6O/eBsBbc5bSmrNs+GwB4K9EaUhyy6QJuEAkpqbxz7UqGdNwbe1IW7poznjrKLZ9vYLcRcvJtq0i/ouNbOjuDfvyPNWCur+MPNVC/blKGUtMTZO4tnakEjqAqF2lHB6WRe6i5TKQbVuF+cx5/rtbFZRcxMzEMikecXk0iald5f76c5WExvNUcNnbr4QOwLdRT2zODLZ9ki1FlG4pImpXKb6Nen5/VPatlGGZFI+6vwxPIaj7K+lhmCArsJXKkLgq2wKRT4ru7+NDRcGmK9QWT2D4ZpVtrPATnlZxFVsp2FSGY/5bqPvLsEyaELQmpqYFVSA0HrgCEYUoUUaTqC22UnmxhInjP+dmwy0Aehhe50D5StJS5pBkd2JISA8r31aLKkVoLXiSbbWo0h9e7FF0rXWXlCQ7Akz0Torleu1KAHrfX0/eXhPsddIraTuRp0kNehIxM58oIPfyTJTmndSsiccFQpbCZU8W7x/8l9piKwBJdietOf52jDl6jj4JJgCu/XlJ+gCTe30DwL4/5kkscI/mlyS/CkDf33oB4Ck8DkDYUEQZTQKg5wE3AKYFRUEJNcLA1etrQB9rkM9A2DteXwO3f/wOgOeKarhalqZAwD2gWWvdJaW17pLSNjoF04KioJhGpHpOSszra8DtsAXFNT/UTAuKaBudIpNHFBBoXl+DJAw0t8MmhbgdNhholHu1WCiPPtYQkSuiAJc9WdSVT6HRVxP09VpyBhpxO2zS13D3iS9lzOtrCKpCnwQTjb4a6sqnBN2QukgChhd7lOkPp4UNvtfXQOKHk+Wz/uWXcF84AxCEA+j7jIhEzTv5N7ji9HSsBQD6WAOq56S/fE3nqW/28bZ5OvXNPpkcCMLrf9oHTedlm/SxBiqcaxlyuDqM/4kCtGl2z7JiGVEosc2bqiLu1XDLiELcs6xBHJGsXQFDDldT4VzrnwWTUeLJg828OSD8VykMNxlp9NU89uvhMTMgCfXd4HA1LYsLGTRrFu4dOwCYPd/s39DYErRf4sehwrkW9ddWBvTLRv9uT/rqu+Hx3ns6AZpdVf6ib79sDDlzadj+rZz8IGus96/VdRhy5jLAmAXAUdc6BRdMB5G8KB++Wg9LEFec2yJfRIGW8+Id6R91rVPGWZdiyJkL1XVw4074CwHJ+ySY/Mkfw6dZhyqgWclum1KywS0MOVMAiBOtuAuWyfggx2rGPRrUkt22Dv0lt1uBhddfCMM856sYZ13qL3H3wWTsOchibwwZew5C98Hy8pnz0ZaweyQSX7sC1ve+H4bdVy5yX7nIEftYjP2bGTRyBuau0xg0cgbG/s0csY9FvXka9ebpDvE9tgXfrylQAMHUeQx8NDgZCTq27yqB46eYutNBTHQcrd5jpGXNofLnY8RExzF1pwP30gKUKDNmEFW//CBb8dQVgEdHEchI0PGpLc8PDjQSEx0HQEFWNLMrr1KQFQ1ATHQcSpSZj2Neo6pwA+aR08T0fIfouygfgOolC9FOAMD/EDDjEK/AbGgAAAAASUVORK5CYII=) 4 0, auto;}
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38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFW0lEQVRYhc2Uf0xVZRjHP8dYYcmuxbooAtoWlzsWCMOdUYCCSoqQY+OSG1rEr6GiQ51Aa5AT+0OuLjJ/MlCLWbMBi2WoIAqbUnYE+fEHI/APgfIHdZGW2jXStz/uzuHey4Xr/IP6bmfv+z7Pc57v932ecx74vyFaXimi5ZXiPyMXT4T4fdQy8yKi5ZXiekePJuB6R8/MibAnz74/LrLvj8+cCGdy3+Ze4dvcO2MiPADCw0PIefgPTSmJ3IqRAWjap0BdA3tfmz5Ba1GoAIgt65GeWYBKbt2yjflzXwHAuvgtmlISoa5hWvJlBXtse0rEs4iYdUVplppSEhkvLmVtXDyPx0Z5PDbK0sgExotLaUpJ5IrS7JBYvbUrQdP5XcEDYChGRj82CsBI9w82T2QCj8dGuR0jQ2OTA4mcmkwriIDIKP662aH5VLu6Pk1FZqmbtXHxVH22m+xtuzDl7qG2ooSlkQmTbpijyCg19eQoMkNX2zRfQGSUZlfXp6nELADP6loaOjvI3rZLc5hy99DW9xOe1bUO5EKXgZyajNBlEBAZpcUPXW3D2f80IjwALAf1eGd9QNX7Jk1EbUUJntW1WA7quXbpeSGnJlNJPXKqL0pNPT3FoNS0Mc8/WatAJW1OfkVrC7j+UzweNC4VhYcG6C1LJvaYQhW7bQkvK7SWxVF4qB7zlkCUmnrk1GSH1bkCzn77FXApRPI0GEVvWRxtnUdJWfsxd4Z/A2Ce/6vUfVdKVPgmgota8F8QPal8lbKiiVBb4A6VsqLtY8t6JA9rf58UXIQAIwuDvRnsLQVg4aMD5Jw2wukW/IKP47qRisNJ6DLcCsj+OQPpj5N07/OlFYRWitaiULH627/pLYsDILioBWuWrR0J566yaIERgJu/9ml7gHV+hwH45pc8zWYfo+6Phs4F4PUf/QDoKW4EYNJH4WkwCoD5de0AGLeWOBCqCe3XEcswem9/7QxMemfEMszo118A8FxJNzfqoySwmwMqrP19krW/TxpfFY5xa4mDT02k9FzQbCOWYdrNuQ5+de8M49YSxleFa+QuBcDEKB2xDGsJ7dFuztWEtJtzIcygxao+e6gVUu32s2HKUZleYBYXv6rEx3sxcmi8dqOzRWsgzABd/bbAMINt7ep32C8prNDaovRcQA6N50zLfmYHLWOgpUrj9ZhKgAq9t7/DTTSoZFOdp8jhDLcC1BsAyKHxBLy7biLxnJdov34FgABDuMN7b0Ska21Rb/9mQxddO/LdUU4gvcAs/HwDRUSISYjywyJivr8QT4RIiN0uxBMhxO3Bicfefu6CLbb8sIgIMQk/30CR2vlApHY+EIFx2Q4jxeVHaI/ca/3ctXSD0YC8vFiryrFDHZNi7e3y8mIwGrhr6WbF+hxC9S+6zO+2BQAhhiSWZGbSfuIENDZzZP/qyUF3hybsXfc407If5ZKVkCDTtLndViBr9j3mlH+CPsiEf9Zm92q7+vHP2kyIIQl9kIlzreWSmueZBKi4If3JO3E7bSK6+uGWi4R25IsWGDXy6TBlC9ILzOJhWh75g9C1I5+BlippgCo2ra8QaiV8hJX2wg+1d5aY9xISZHIYwyryB19wyTNtBQ4sfDTJ9kjq5O3lKxg+fgRDjJHtIzpO3ctj+4gOQ4yRs0VrUO5cRrlz2W0ucPMROqvO3LBRHK8+Co3NpJ00o/PywTpynqikTbR9fx6dlw9pJ8207yxE8owgAkTHxVPSl/sKJUCQlkfYpwdgB0KdhtNWwP7XydywUXyUm2M7hBnQefkAUJjkxca2GxQmeQGg8/JB8ozgPd3LdBR/TsSKDcJVPhX/Ap0mz53wGsknAAAAAElFTkSuQmCC) 4 0, auto;}
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}
div.testarea{
animation:rwdcur208740 2.1s linear infinite forwards;
}
